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{'Nk2': 11520, 'analytic_conductor': 42.48137520413324, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [5, 1]], 'atkin_lehner_string': '+-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [720, 1, [271, 181, 641, 577], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[7, [8, 1]], [11, [-20, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998203962064, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '720.4.a.f', 'level': 720, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'minimal_twist': '120.4.a.f', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-5q^{5}-8q^{7}+20q^{11}+22q^{13}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '720.4.a', 'trace_display': [0, 0, -5, -8], 'trace_hash': 950789041956160779, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.007', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.045', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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mf_hecke_nf • Show schema
Hide schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [3, -1], [5, 1]], 4, 4], [[[2, -1], [3, -1], [5, -1]], 4, 4], [[[2, 1], [3, -1], [5, -1]], 5, 5], [[[2, -1], [3, 1], [5, 1]], 3, 3], [[[2, -1], [3, 1], [5, -1]], 3, 3], [[[2, 1], [3, 1], [5, -1]], 3, 3], [[[2, 1], [3, 1], [5, 1]], 3, 3], [[[2, -1], [3, -1], [5, 1]], 5, 5]], 'ALdims': [3, 3, 4, 5, 3, 3, 5, 4], 'Nk2': 11520, 'analytic_conductor': 42.48137520413324, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [720, 1, [271, 181, 641, 577], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 408, 'dim': 30, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 67109584, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], 'label': '720.4.a', 'level': 720, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 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11480, 0, 0, 0, 16448, 0], 'weight': 4, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 467064
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '720.4.a.f', 'source_level': 720, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '120.4.a.f', 'target_level': 120, 'twist_class_label': '120.4.a.f', 'twist_class_level': 120, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 467065
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '720.4.a.f', 'source_level': 720, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '240.4.a.d', 'target_level': 240, 'twist_class_label': '120.4.a.f', 'twist_class_level': 120, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 467066
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '720.4.a.f', 'source_level': 720, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '360.4.a.e', 'target_level': 360, 'twist_class_label': '120.4.a.f', 'twist_class_level': 120, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 467067
{'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '720.4.a.f', 'source_level': 720, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '600.4.a.d', 'target_level': 600, 'twist_class_label': '120.4.a.f', 'twist_class_level': 120, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 4}
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id: 467068
{'conductor': 60, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '720.4.a.f', 'source_level': 720, 'target_char_orbit': 6, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '600.4.f.g', 'target_level': 600, 'twist_class_label': '120.4.a.f', 'twist_class_level': 120, 'twisting_char_label': '60.l', 'twisting_char_orbit': 12, 'weight': 4}
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id: 467069
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '720.4.a.f', 'source_level': 720, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '720.4.a.f', 'target_level': 720, 'twist_class_label': '120.4.a.f', 'twist_class_level': 120, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 467070
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '720.4.a.f', 'source_level': 720, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '960.4.a.g', 'target_level': 960, 'twist_class_label': '120.4.a.f', 'twist_class_level': 120, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 4}
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id: 467071
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '720.4.a.f', 'source_level': 720, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 22, 'target_is_minimal': False, 'target_label': '960.4.a.v', 'target_level': 960, 'twist_class_label': '120.4.a.f', 'twist_class_level': 120, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 4}
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id: 467072
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '720.4.a.f', 'source_level': 720, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 32, 'target_is_minimal': False, 'target_label': '1200.4.a.bf', 'target_level': 1200, 'twist_class_label': '120.4.a.f', 'twist_class_level': 120, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 467073
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '720.4.a.f', 'source_level': 720, 'target_char_orbit': 6, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '1200.4.f.g', 'target_level': 1200, 'twist_class_label': '120.4.a.f', 'twist_class_level': 120, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 4}
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id: 467074
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '720.4.a.f', 'source_level': 720, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '1800.4.a.k', 'target_level': 1800, 'twist_class_label': '120.4.a.f', 'twist_class_level': 120, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 467075
{'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '720.4.a.f', 'source_level': 720, 'target_char_orbit': 6, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '1800.4.f.h', 'target_level': 1800, 'twist_class_label': '120.4.a.f', 'twist_class_level': 120, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1245675
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22517998203962064, 'p': 2}
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id: 1245676
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22517998203962064, 'p': 3}
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id: 1245677
{'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 22517998203962064, 'p': 5}
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id: 1245678
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 22517998203962064, 'p': 7}
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id: 1245679
{'charpoly_factorization': [[[-20, 1], 1]], 'hecke_orbit_code': 22517998203962064, 'p': 11}
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id: 1245680
{'charpoly_factorization': [[[-22, 1], 1]], 'hecke_orbit_code': 22517998203962064, 'p': 13}
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id: 1245681
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 22517998203962064, 'p': 17}
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id: 1245682
{'charpoly_factorization': [[[76, 1], 1]], 'hecke_orbit_code': 22517998203962064, 'p': 19}
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id: 1245683
{'charpoly_factorization': [[[-56, 1], 1]], 'hecke_orbit_code': 22517998203962064, 'p': 23}
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id: 1245684
{'charpoly_factorization': [[[-154, 1], 1]], 'hecke_orbit_code': 22517998203962064, 'p': 29}
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id: 1245685
{'charpoly_factorization': [[[160, 1], 1]], 'hecke_orbit_code': 22517998203962064, 'p': 31}
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id: 1245686
{'charpoly_factorization': [[[162, 1], 1]], 'hecke_orbit_code': 22517998203962064, 'p': 37}
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id: 1245687
{'charpoly_factorization': [[[-390, 1], 1]], 'hecke_orbit_code': 22517998203962064, 'p': 41}
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id: 1245688
{'charpoly_factorization': [[[388, 1], 1]], 'hecke_orbit_code': 22517998203962064, 'p': 43}
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id: 1245689
{'charpoly_factorization': [[[544, 1], 1]], 'hecke_orbit_code': 22517998203962064, 'p': 47}
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id: 1245690
{'charpoly_factorization': [[[-210, 1], 1]], 'hecke_orbit_code': 22517998203962064, 'p': 53}
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id: 1245691
{'charpoly_factorization': [[[380, 1], 1]], 'hecke_orbit_code': 22517998203962064, 'p': 59}
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id: 1245692
{'charpoly_factorization': [[[794, 1], 1]], 'hecke_orbit_code': 22517998203962064, 'p': 61}
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id: 1245693
{'charpoly_factorization': [[[-148, 1], 1]], 'hecke_orbit_code': 22517998203962064, 'p': 67}
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id: 1245694
{'charpoly_factorization': [[[840, 1], 1]], 'hecke_orbit_code': 22517998203962064, 'p': 71}
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id: 1245695
{'charpoly_factorization': [[[-858, 1], 1]], 'hecke_orbit_code': 22517998203962064, 'p': 73}
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id: 1245696
{'charpoly_factorization': [[[144, 1], 1]], 'hecke_orbit_code': 22517998203962064, 'p': 79}
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id: 1245697
{'charpoly_factorization': [[[-316, 1], 1]], 'hecke_orbit_code': 22517998203962064, 'p': 83}
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id: 1245698
{'charpoly_factorization': [[[1098, 1], 1]], 'hecke_orbit_code': 22517998203962064, 'p': 89}
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id: 1245699
{'charpoly_factorization': [[[-994, 1], 1]], 'hecke_orbit_code': 22517998203962064, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 6, 'label': '720.4.a.f', 'level': 720, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 168541000
{'hecke_orbit_code': 22517998203962064, 'n': 1, 'trace_an': 1}
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id: 168541001
{'hecke_orbit_code': 22517998203962064, 'n': 2, 'trace_an': 0}
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id: 168541002
{'hecke_orbit_code': 22517998203962064, 'n': 3, 'trace_an': 0}
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id: 168541003
{'hecke_orbit_code': 22517998203962064, 'n': 4, 'trace_an': 0}
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id: 168541004
{'hecke_orbit_code': 22517998203962064, 'n': 5, 'trace_an': -5}
-
id: 168541005
{'hecke_orbit_code': 22517998203962064, 'n': 6, 'trace_an': 0}
-
id: 168541006
{'hecke_orbit_code': 22517998203962064, 'n': 7, 'trace_an': -8}
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id: 168541007
{'hecke_orbit_code': 22517998203962064, 'n': 8, 'trace_an': 0}
-
id: 168541008
{'hecke_orbit_code': 22517998203962064, 'n': 9, 'trace_an': 0}
-
id: 168541009
{'hecke_orbit_code': 22517998203962064, 'n': 10, 'trace_an': 0}
-
id: 168541010
{'hecke_orbit_code': 22517998203962064, 'n': 11, 'trace_an': 20}
-
id: 168541011
{'hecke_orbit_code': 22517998203962064, 'n': 12, 'trace_an': 0}
-
id: 168541012
{'hecke_orbit_code': 22517998203962064, 'n': 13, 'trace_an': 22}
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id: 168541013
{'hecke_orbit_code': 22517998203962064, 'n': 14, 'trace_an': 0}
-
id: 168541014
{'hecke_orbit_code': 22517998203962064, 'n': 15, 'trace_an': 0}
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id: 168541015
{'hecke_orbit_code': 22517998203962064, 'n': 16, 'trace_an': 0}
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id: 168541016
{'hecke_orbit_code': 22517998203962064, 'n': 17, 'trace_an': 14}
-
id: 168541017
{'hecke_orbit_code': 22517998203962064, 'n': 18, 'trace_an': 0}
-
id: 168541018
{'hecke_orbit_code': 22517998203962064, 'n': 19, 'trace_an': -76}
-
id: 168541019
{'hecke_orbit_code': 22517998203962064, 'n': 20, 'trace_an': 0}
-
id: 168541020
{'hecke_orbit_code': 22517998203962064, 'n': 21, 'trace_an': 0}
-
id: 168541021
{'hecke_orbit_code': 22517998203962064, 'n': 22, 'trace_an': 0}
-
id: 168541022
{'hecke_orbit_code': 22517998203962064, 'n': 23, 'trace_an': 56}
-
id: 168541023
{'hecke_orbit_code': 22517998203962064, 'n': 24, 'trace_an': 0}
-
id: 168541024
{'hecke_orbit_code': 22517998203962064, 'n': 25, 'trace_an': 25}
-
id: 168541025
{'hecke_orbit_code': 22517998203962064, 'n': 26, 'trace_an': 0}
-
id: 168541026
{'hecke_orbit_code': 22517998203962064, 'n': 27, 'trace_an': 0}
-
id: 168541027
{'hecke_orbit_code': 22517998203962064, 'n': 28, 'trace_an': 0}
-
id: 168541028
{'hecke_orbit_code': 22517998203962064, 'n': 29, 'trace_an': 154}
-
id: 168541029
{'hecke_orbit_code': 22517998203962064, 'n': 30, 'trace_an': 0}
-
id: 168541030
{'hecke_orbit_code': 22517998203962064, 'n': 31, 'trace_an': -160}
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